{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 多类支持向量机练习\n",
    "\n",
    "*完成并连同作业上交你完整的工作表(包括其输出及工作表外的任何支持代码),更多详情请参见课程网站上的[作业页面](http://vision.stanford.edu/teaching/cs231n/assignments.html)。*\n",
    "\n",
    "在这个练习中，你将:\n",
    "    \n",
    "- 为SVM实现一个全向量化的**损失函数**\n",
    "- 实现其**解析梯度**的全向量化表达式\n",
    "- 使用数值梯度**检查你的实现**\n",
    "- 使用验证集**调整学习率和正则化**强度\n",
    "- 用**SGD优化**损耗函数\n",
    "- **可视化**最后学习的重量"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run some setup code for this notebook.\n",
    "\n",
    "import random\n",
    "import numpy as np\n",
    "from cs231n.data_utils import load_CIFAR10\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# This is a bit of magic to make matplotlib figures appear inline in the\n",
    "# notebook rather than in a new window.\n",
    "%matplotlib inline\n",
    "plt.rcParams['figure.figsize'] = (12.0, 9.0) # set default size of plots\n",
    "plt.rcParams['image.interpolation'] = 'nearest'\n",
    "plt.rcParams['image.cmap'] = 'gray'\n",
    "\n",
    "# Some more magic so that the notebook will reload external python modules;\n",
    "# see http://stackoverflow.com/questions/1907993/autoreload-of-modules-in-ipython\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## CIFAR-10 Data Loading and Preprocessing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training data shape:  (50000, 32, 32, 3)\n",
      "Training labels shape:  (50000,)\n",
      "Test data shape:  (10000, 32, 32, 3)\n",
      "Test labels shape:  (10000,)\n"
     ]
    }
   ],
   "source": [
    "# Load the raw CIFAR-10 data.\n",
    "cifar10_dir = 'cs231n/datasets/cifar-10-batches-py'\n",
    "X_train, y_train, X_test, y_test = load_CIFAR10(cifar10_dir)\n",
    "\n",
    "# As a sanity check, we print out the size of the training and test data.\n",
    "print ('Training data shape: ', X_train.shape)\n",
    "print ('Training labels shape: ', y_train.shape)\n",
    "print ('Test data shape: ', X_test.shape)\n",
    "print ('Test labels shape: ', y_test.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 100 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize some examples from the dataset.\n",
    "# We show a few examples of training images from each class.\n",
    "classes = ['plane', 'car', 'bird', 'cat', 'deer', 'dog', 'frog', 'horse', 'ship', 'truck']\n",
    "num_classes = len(classes)\n",
    "samples_per_class = 10\n",
    "for y, cls in enumerate(classes):\n",
    "    idxs = np.flatnonzero(y_train == y)\n",
    "    idxs = np.random.choice(idxs, samples_per_class, replace=False)\n",
    "    for i, idx in enumerate(idxs):\n",
    "        plt_idx = i * num_classes + y + 1\n",
    "        plt.subplot(samples_per_class, num_classes, plt_idx)\n",
    "        plt.imshow(X_train[idx].astype('uint8'))\n",
    "        plt.axis('off')\n",
    "        if i == 0:\n",
    "            plt.title(cls)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Train data shape:  (49000, 32, 32, 3)\n",
      "Train labels shape:  (49000,)\n",
      "Validation data shape:  (1000, 32, 32, 3)\n",
      "Validation labels shape:  (1000,)\n",
      "Test data shape:  (1000, 32, 32, 3)\n",
      "Test labels shape:  (1000,)\n"
     ]
    }
   ],
   "source": [
    "# Split the data into train, val, and test sets. In addition we will\n",
    "# create a small development set as a subset of the training data;\n",
    "# we can use this for development so our code runs faster.\n",
    "num_training = 49000\n",
    "num_validation = 1000\n",
    "num_test = 1000\n",
    "num_dev = 500\n",
    "\n",
    "# Our validation set will be num_validation points from the original\n",
    "# training set.\n",
    "mask = range(num_training, num_training + num_validation)\n",
    "X_val = X_train[mask]\n",
    "y_val = y_train[mask]\n",
    "\n",
    "# Our training set will be the first num_train points from the original\n",
    "# training set.\n",
    "mask = range(num_training)\n",
    "X_train = X_train[mask]\n",
    "y_train = y_train[mask]\n",
    "\n",
    "# We will also make a development set, which is a small subset of\n",
    "# the training set.\n",
    "mask = np.random.choice(num_training, num_dev, replace=False)\n",
    "X_dev = X_train[mask]\n",
    "y_dev = y_train[mask]\n",
    "\n",
    "# We use the first num_test points of the original test set as our\n",
    "# test set.\n",
    "mask = range(num_test)\n",
    "X_test = X_test[mask]\n",
    "y_test = y_test[mask]\n",
    "\n",
    "print ('Train data shape: ', X_train.shape)\n",
    "print ('Train labels shape: ', y_train.shape)\n",
    "print ('Validation data shape: ', X_val.shape)\n",
    "print ('Validation labels shape: ', y_val.shape)\n",
    "print ('Test data shape: ', X_test.shape)\n",
    "print ('Test labels shape: ', y_test.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training data shape:  (49000, 3072)\n",
      "Validation data shape:  (1000, 3072)\n",
      "Test data shape:  (1000, 3072)\n",
      "dev data shape:  (500, 3072)\n"
     ]
    }
   ],
   "source": [
    "# Preprocessing: reshape the image data into rows\n",
    "X_train = np.reshape(X_train, (X_train.shape[0], -1))\n",
    "X_val = np.reshape(X_val, (X_val.shape[0], -1))\n",
    "X_test = np.reshape(X_test, (X_test.shape[0], -1))\n",
    "X_dev = np.reshape(X_dev, (X_dev.shape[0], -1))\n",
    "\n",
    "# As a sanity check, print out the shapes of the data\n",
    "print ('Training data shape: ', X_train.shape)\n",
    "print ('Validation data shape: ', X_val.shape)\n",
    "print ('Test data shape: ', X_test.shape)\n",
    "print ('dev data shape: ', X_dev.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[130.64189796 135.98173469 132.47391837 130.05569388 135.34804082\n",
      " 131.75402041 130.96055102 136.14328571 132.47636735 131.48467347\n",
      " 136.58542857 132.78293878 132.094      137.14008163 133.177\n",
      " 132.76759184 137.77767347 133.70602041 133.29373469 138.21244898\n",
      " 134.08095918 133.8194898  138.67242857 134.45065306 134.41440816\n",
      " 139.20602041 134.94291837 134.85138776 139.55787755 135.22173469\n",
      " 135.14859184 139.86202041 135.43195918 135.31191837 140.00128571\n",
      " 135.5654898  135.52016327 140.17377551 135.71577551 135.54589796\n",
      " 140.17855102 135.71587755 135.55465306 140.15055102 135.69661224\n",
      " 135.52167347 140.08855102 135.63073469 135.4325102  140.00187755\n",
      " 135.47902041 135.39046939 139.9555102  135.43814286 135.36910204\n",
      " 139.93644898 135.44763265 135.25942857 139.84093878 135.34230612\n",
      " 134.98636735 139.59830612 135.08753061 134.84430612 139.51479592\n",
      " 135.07187755 134.69879592 139.39363265 134.9984898  134.41985714\n",
      " 139.19859184 134.81940816 133.94426531 138.85381633 134.52361224\n",
      " 133.49555102 138.48795918 134.23222449 132.95120408 137.99793878\n",
      " 133.82302041 132.20671429 137.31253061 133.26397959 131.4555102\n",
      " 136.65504082 132.71040816 130.91583673 136.17532653 132.29806122\n",
      " 130.25510204 135.5802449  131.8692449  130.05497959 135.36534694\n",
      " 131.78516327 130.02414286 135.21683673 131.27732653 129.26055102]\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAPsAAAD5CAYAAADhukOtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4xLjEsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy8QZhcZAAAR+klEQVR4nO3db4xc1XnH8e8TxyTsgrBdArGMVRPkF0FRY9DKQqKKaNJGLopkkJoIXiC/QHGaxlKR0hcWlQqV+oJUBYTUisgUK05F+dMAwqpQE2SlQnnjsFBjTNw0BLmJa8smAgT1Rk2Nn76Ya2ntzjkz95lz74w5v49k7ey9c+555nqevbP32XOOuTsi8uH3kWkHICL9ULKLVELJLlIJJbtIJZTsIpVQsotU4qOTNDazLcBDwArg7939vtzz5+fnfdXqVZN02QNr36J9E5myeMV5tkvV777zLqdOnRr6jgwnu5mtAP4O+APgKPCSme1195+k2qxavYo/3vEnib2Zk5jIplyOWTADI+3yTdI7g81mR+H3ffxw7VtGkz36dym5dsk9gb6+/bcPJ/dN8jF+M/CGu7/p7r8BngC2TnA8EenQJMm+Dvjlsu+PNttEZAZNkuzDPmj+v88dZrbdzBbNbPHUqVMTdCcik5gk2Y8C65d9fxVw7Pwnufsud19w94X5+fkJuhORSUyS7C8BG83sajO7CLgN2FsmLBEpLXw33t1Pm9kO4PsMSm+73f31MVqmjpdsYak2uVvWuTuZuTvdntmZ2pVtE73tG2v2YVW6UubBI2bvxsd2pWMp/B6YqM7u7s8DzxeKRUQ6pL+gE6mEkl2kEkp2kUoo2UUqoWQXqcREd+MjUqUL9zOZRonSVrisFSyVpXZlRsJkD9fJYJdkfTATSBdx9CcSfnhAS/A8ZnsLlQeH/z/nXpau7CKVULKLVELJLlIJJbtIJZTsIpXo/W58+tZjYOBK8O5namDNyDACA2Gyd9yzLzl6qz4wRVOmTX9RRBtFDxnZk98ZDb/sQJh0I13ZRSqhZBephJJdpBJKdpFKKNlFKqFkF6lEv6U390xtK1cOG76vi7JQtlIWGZATngovWLOL9BZZraQDXfRVen63eHmtv75SdGUXqYSSXaQSSnaRSijZRSqhZBephJJdpBITld7M7AjwPvABcNrdF3LPd3Jz0LUfeZUvTfRYNIpOJle6uhbVRV+x/7Sk0iF2U+brs137ViXq7L/n7r8qcBwR6ZA+xotUYtJkd+AHZvaymW0vEZCIdGPSj/E3uvsxM7sCeMHM/t3dX1z+hOaHwHaAyy67bMLuRCRqoiu7ux9rvp4EngU2D3nOLndfcPeFufm5SboTkQmEk93M5s3s0rOPgS8Ch0oFJiJlTfIx/krgWRuMzvoo8I/u/i+jm7WfcDK/DE67biBe8UpNVOmZI+ZHtmV2zorwEMH+4gh1FTz3/ZbXyr5Bwsnu7m8Cny0Yi4h0SKU3kUoo2UUqoWQXqYSSXaQSSnaRSvS+1pv7mVbb8wdL78qu59a+p3ggHTQrblbKax1IhhiNPTMRaPmyXGjhwWQTXdlFKqFkF6mEkl2kEkp2kUoo2UUq0fPd+PTyT5E56OLLFmX6Kj3gomfFx9b0OZVfFwcNnJDcwKbcey7brH0Y4QFWKbqyi1RCyS5SCSW7SCWU7CKVULKLVELJLlKJ3gfCJEsXkTnoggNhcnKVlVSH2bEiwbnwolLdhfvKNiz9CjooviUm+svP/xcbGdTv/HTtD6Yru0gllOwilVCyi1RCyS5SCSW7SCWU7CKVGFl6M7PdwJeAk+7+mWbbGuBJYANwBPiKu78zTofppZxyw83at4mXvCLD3mJD5aJTv8V0sd5Rz3XF9lGM3DtcrrwWLOmGTkiuHN3+eONc2b8DbDlv205gn7tvBPY134vIDBuZ7M1662+ft3krsKd5vAe4pXBcIlJY9Hf2K939OEDz9YpyIYlIFzq/QWdm281s0cwWl04tdd2diCREk/2Ema0FaL6eTD3R3Xe5+4K7L8zNzwW7E5FJRZN9L7CtebwNeK5MOCLSlXFKb48DNwGXm9lR4B7gPuApM7sT+AXw5bF6czITTqaXf0pPAhmdHbLsck2hyTJ718V0joEZFsMnpHChMvfWyc06Gp1VMnPMyLsnvQpV+mgjk93db0/s+sKotiIyO/QXdCKVULKLVELJLlIJJbtIJZTsIpW4MCaczM8COZQF14ELzUMYiK8r/Zb6SpfDYufRsmWtRBzZWUJzvWX6StfDYi8tHONwurKLVELJLlIJJbtIJZTsIpVQsotUQskuUomeS2+OkxjdlqtN9DrhZEbhEltucFWmilN8AFs35brE6MZgHPFBjMWH32W6ir3pUuXB0m8BXdlFKqFkF6mEkl2kEkp2kUoo2UUqMTMDYfKDXYbvyw12yccQ2oUl44iFkROuJgRiiS+fNBsz7EVOf/b9FrhzPiqO7Fs18QbK9WXW/jqtK7tIJZTsIpVQsotUQskuUgklu0gllOwilRhn+afdwJeAk+7+mWbbvcBXgbeap93t7s9PFkr7gTDRZZfyVZf2hZzo8aLltdkphpWt87UvvjYCKzLlylrRpaHyZ6N9yS5fYm1/7se5sn8H2DJk+4Puvqn5N2Gii0jXRia7u78IvN1DLCLSoUl+Z99hZgfNbLeZrS4WkYh0IprsDwPXAJuA48D9qSea2XYzWzSzxaWlpWB3IjKpULK7+wl3/8AHi6o/AmzOPHeXuy+4+8Lc3Fw0ThGZUCjZzWztsm9vBQ6VCUdEujJO6e1x4CbgcjM7CtwD3GRmmxhUDY4AXxu7x8DyT6ElozIhRJeGSjcK1pPyB83sCxTmugixtFg1LPTasqW3XBzZslzZgmlkBGau1chkd/fbh2x+dFQ7EZkt+gs6kUoo2UUqoWQXqYSSXaQSSnaRSvQ/4WRyWaCypbdwWa50jaqDSTGzy15FDhgOMVAe7GBZq0gZLRd7fnLIzOi17DDG9uMRc00iKaEru0gllOwilVCyi1RCyS5SCSW7SCWU7CKVmELpLSFXKkvWGc5kjhfrKyQ8+i5zyGAdKlWtyb/kLsa9BUbfBcpTow6afN25Elqup8LltSzPrPUW+D/TlV2kEkp2kUoo2UUqoWQXqYSSXaQSPd+N99Cd8PTd+NhAmPggmcT26KCV4E3w/FiSC3gOuuCd7tD4pOAcf12cq/RLK9ubruwilVCyi1RCyS5SCSW7SCWU7CKVULKLVGKc5Z/WA98FPgmcAXa5+0NmtgZ4EtjAYAmor7j7O9FAsgMMUvPWdVB6iwgPMslVmmJHTO+dkfpaZmzHiIaF+yt9vBHHzM8nN3xn/lR1MxDmNPBNd/80cAPwDTO7FtgJ7HP3jcC+5nsRmVEjk93dj7v7K83j94HDwDpgK7Cnedoe4JaughSRybX6nd3MNgDXAfuBK939OAx+IABXlA5ORMoZO9nN7BLgaeAud3+vRbvtZrZoZotLp34diVFEChgr2c1sJYNEf8zdn2k2nzCztc3+tcDJYW3dfZe7L7j7wtz8xSViFpGAkcluZsZgPfbD7v7Asl17gW3N423Ac+XDE5FSxhn1diNwB/CamR1ott0N3Ac8ZWZ3Ar8AvtxNiDGBSt44OwsHEowiULLLL6+V6avwtGr5vsqvDZU+/bklo8qfq/yAvshra/8fMzLZ3f1HmSN/oXWPIjIV+gs6kUoo2UUqoWQXqYSSXaQSSnaRSszO8k/ZiRkTo96ixwuXcYa3K12dajqLNWu9I3rAoGx1rb+llaITTkbFjhiuHw+lK7tIJZTsIpVQsotUQskuUgklu0gllOwilZih0lu6OJGquhSeN/LsUQu3mJGZHruQGzgWOFx+pF9wds5IJOESYL/lvLZ0ZRephJJdpBJKdpFKKNlFKqFkF6nEzNyNzy6Pk5lZLdmm52WG0mYkkJ5vBs/MaezreKMOmusvuS9ToQp0oyu7SCWU7CKVULKLVELJLlIJJbtIJZTsIpUYWXozs/XAd4FPAmeAXe7+kJndC3wVeKt56t3u/vzIHiMlj0Sb/JiE9M5wWSi0TE9GF0shJXbNynCc+FRyhUfdhI+XG7BVdl/haffGqrOfBr7p7q+Y2aXAy2b2QrPvQXf/m7IhiUgXxlnr7ThwvHn8vpkdBtZ1HZiIlNXqd3Yz2wBcB+xvNu0ws4NmttvMVheOTUQKGjvZzewS4GngLnd/D3gYuAbYxODKf3+i3XYzWzSzxaWlXxcIWUQixkp2M1vJINEfc/dnANz9hLt/4O5ngEeAzcPauvsud19w94W5uYtLxS0iLY1MdhvcKnwUOOzuDyzbvnbZ024FDpUPT0RKGedu/I3AHcBrZnag2XY3cLuZbWJQ1TkCfG2yUHIjfNrX3jxTJssXtfocHhYsiOWG9CV3xc5HXqBlB6c3V9YKHjDYLnfISFkue8DWTca5G/+jxCFG19RFZGboL+hEKqFkF6mEkl2kEkp2kUoo2UUqcWFMOBmZkK+D8klSdEhZ9kVnJtMMBJMsX06k/THDVbJc6SrbLtQqFkd0XyKW0hVFXdlFKqFkF6mEkl2kEkp2kUoo2UUqoWQXqUTvpbdIASVSRrOPpH+OeaasZdnJHNuPNMrKlddypZpsWa5svaZ4wS5YTypfSo3GEepsRFku0CYXRoKu7CKVULKLVELJLlIJJbtIJZTsIpVQsotUoufSm5EqGkRKGvml3mKlq9AQtvBCapkSWgfH7FdkRFwXIxULlyKjfQVKbyMiad1CV3aRSijZRSqhZBephJJdpBJKdpFKjLwbb2YfB14EPtY8/3vufo+ZXQ08AawBXgHucPffjD5esp9cDEO35we05OQGu2QbFjYrcfQofMM9suRVB4FEFa4YRO7gj3Nl/x/g8+7+WQbLM28xsxuAbwEPuvtG4B3gzvbdi0hfRia7D/x38+3K5p8Dnwe+12zfA9zSSYQiUsS467OvaFZwPQm8APwceNfdTzdPOQqs6yZEESlhrGR39w/cfRNwFbAZ+PSwpw1ra2bbzWzRzBaXlpbikYrIRFrdjXf3d4F/BW4AVpnZ2Rt8VwHHEm12ufuCuy/Mzc1NEquITGBkspvZJ8xsVfP4YuD3gcPAD4E/ap62DXiuqyBFZHLjDIRZC+wxsxUMfjg85e7/bGY/AZ4ws78C/g14dLwuUwNhyg6c6Lmw0oH6am89jmfp5uwGDxprljoh6RM1Mtnd/SBw3ZDtbzL4/V1ELgD6CzqRSijZRSqhZBephJJdpBJKdpFKWG7kWPHOzN4C/rP59nLgV711nqY4zqU4znWhxfHb7v6JYTt6TfZzOjZbdPeFqXSuOBRHhXHoY7xIJZTsIpWYZrLvmmLfyymOcymOc31o4pja7+wi0i99jBepxFSS3cy2mNlPzewNM9s5jRiaOI6Y2WtmdsDMFnvsd7eZnTSzQ8u2rTGzF8zsZ83X1VOK414z+6/mnBwws5t7iGO9mf3QzA6b2etm9qfN9l7PSSaOXs+JmX3czH5sZq82cfxls/1qM9vfnI8nzeyiVgd2917/ASsYTGv1KeAi4FXg2r7jaGI5Alw+hX4/B1wPHFq27a+Bnc3jncC3phTHvcCf9Xw+1gLXN48vBf4DuLbvc5KJo9dzwmCc6iXN45XAfgYTxjwF3NZs/zbw9TbHncaVfTPwhru/6YOpp58Atk4hjqlx9xeBt8/bvJXBxJ3Q0wSeiTh65+7H3f2V5vH7DCZHWUfP5yQTR698oPgkr9NI9nXAL5d9P83JKh34gZm9bGbbpxTDWVe6+3EYvOmAK6YYyw4zO9h8zO/814nlzGwDg/kT9jPFc3JeHNDzOeliktdpJPuwqTSmVRK40d2vB/4Q+IaZfW5KccySh4FrGKwRcBy4v6+OzewS4GngLnd/r69+x4ij93PiE0zymjKNZD8KrF/2fXKyyq65+7Hm60ngWaY7884JM1sL0Hw9OY0g3P1E80Y7AzxCT+fEzFYySLDH3P2ZZnPv52RYHNM6J03frSd5TZlGsr8EbGzuLF4E3Abs7TsIM5s3s0vPPga+CBzKt+rUXgYTd8IUJ/A8m1yNW+nhnNhgMsFHgcPu/sCyXb2ek1QcfZ+TziZ57esO43l3G29mcKfz58CfTymGTzGoBLwKvN5nHMDjDD4O/i+DTzp3Ar8F7AN+1nxdM6U4/gF4DTjIINnW9hDH7zL4SHoQOND8u7nvc5KJo9dzAvwOg0lcDzL4wfIXy96zPwbeAP4J+Fib4+ov6EQqob+gE6mEkl2kEkp2kUoo2UUqoWQXqYSSXaQSSnaRSijZRSrxf3twewhS5ZK9AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 288x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Preprocessing: subtract the mean image\n",
    "# first: compute the image mean based on the training data\n",
    "mean_image = np.mean(X_train, axis=0)\n",
    "print (mean_image[:100]) # print a few of the elements\n",
    "plt.figure(figsize=(4,4))\n",
    "plt.imshow(mean_image.reshape((32,32,3)).astype('uint8')) # visualize the mean image\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# second: subtract the mean image from train and test data\n",
    "X_train -= mean_image\n",
    "X_val -= mean_image\n",
    "X_test -= mean_image\n",
    "X_dev -= mean_image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(49000, 3073) (1000, 3073) (1000, 3073) (500, 3073)\n"
     ]
    }
   ],
   "source": [
    "# third: append the bias dimension of ones (i.e. bias trick) so that our SVM\n",
    "# only has to worry about optimizing a single weight matrix W.\n",
    "X_train = np.hstack([X_train, np.ones((X_train.shape[0], 1))])\n",
    "X_val = np.hstack([X_val, np.ones((X_val.shape[0], 1))])\n",
    "X_test = np.hstack([X_test, np.ones((X_test.shape[0], 1))])\n",
    "X_dev = np.hstack([X_dev, np.ones((X_dev.shape[0], 1))])\n",
    "\n",
    "print (X_train.shape, X_val.shape, X_test.shape, X_dev.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## SVM 分类器\n",
    "\n",
    "本节的代码将全部写在**cs231n/classifiers/ linear_svm .py**内\n",
    "\n",
    "函数`svm_loss_naive`，使用for循环来评估多类SVM损失函数。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "loss: 8.619065\n"
     ]
    }
   ],
   "source": [
    "# Evaluate the naive implementation of the loss we provided for you:\n",
    "from cs231n.classifiers.linear_svm import svm_loss_naive\n",
    "import time\n",
    "\n",
    "# generate a random SVM weight matrix of small numbers\n",
    "W = np.random.randn(3073, 10) * 0.0001 \n",
    "\n",
    "loss, grad = svm_loss_naive(W, X_dev, y_dev, 0.00001)\n",
    "print ('loss: %f' % (loss, ))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "从上面的函数返回的`grad`现在全部为零。推导并实现SVM损失函数的梯度，并将其在函数`svm_loss_naive`中实现\n",
    "\n",
    "为了检查是否正确地实现了梯度，可以数值地估计损失函数的梯度，并将数值估计与计算的梯度进行比较"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "numerical: -12.786243 analytic: -12.786243, relative error: 4.317440e-12\n",
      "numerical: -32.275593 analytic: -32.275593, relative error: 5.962946e-12\n",
      "numerical: -10.672298 analytic: -10.672298, relative error: 7.590834e-12\n",
      "numerical: -6.073216 analytic: -6.073216, relative error: 5.375511e-11\n",
      "numerical: -5.318307 analytic: -5.318307, relative error: 1.817321e-11\n",
      "numerical: 1.306362 analytic: 1.306362, relative error: 4.206628e-10\n",
      "numerical: -7.702849 analytic: -7.702849, relative error: 2.190533e-11\n",
      "numerical: 37.113582 analytic: 37.113582, relative error: 8.373487e-12\n",
      "numerical: 2.817729 analytic: 2.817729, relative error: 1.512354e-10\n",
      "numerical: 3.295659 analytic: 3.295659, relative error: 4.225408e-11\n",
      "numerical: 4.383649 analytic: 4.383649, relative error: 1.335819e-10\n",
      "numerical: -19.555962 analytic: -19.555962, relative error: 1.657994e-11\n",
      "numerical: -3.298629 analytic: -3.298629, relative error: 4.544705e-11\n",
      "numerical: -1.023481 analytic: -1.023481, relative error: 8.189950e-11\n",
      "numerical: -0.122847 analytic: -0.122847, relative error: 9.872921e-10\n",
      "numerical: 18.317296 analytic: 18.317296, relative error: 1.351336e-11\n",
      "numerical: 19.556452 analytic: 19.556452, relative error: 1.780312e-12\n",
      "numerical: -15.465050 analytic: -15.465050, relative error: 1.352112e-11\n",
      "numerical: 2.682648 analytic: 2.682648, relative error: 5.572702e-11\n",
      "numerical: -47.904222 analytic: -47.904222, relative error: 5.015189e-12\n"
     ]
    }
   ],
   "source": [
    "# Once you've implemented the gradient, recompute it with the code below\n",
    "# and gradient check it with the function we provided for you\n",
    "\n",
    "# Compute the loss and its gradient at W.\n",
    "loss, grad = svm_loss_naive(W, X_dev, y_dev, 0.0)\n",
    "\n",
    "# Numerically compute the gradient along several randomly chosen dimensions, and\n",
    "# compare them with your analytically computed gradient. The numbers should match\n",
    "# almost exactly along all dimensions.\n",
    "from cs231n.gradient_check import grad_check_sparse\n",
    "f = lambda w: svm_loss_naive(w, X_dev, y_dev, 0.0)[0]\n",
    "grad_numerical = grad_check_sparse(f, W, grad)\n",
    "\n",
    "# do the gradient check once again with regularization turned on\n",
    "# you didn't forget the regularization gradient did you?\n",
    "loss, grad = svm_loss_naive(W, X_dev, y_dev, 1e2)\n",
    "f = lambda w: svm_loss_naive(w, X_dev, y_dev, 1e2)[0]\n",
    "grad_numerical = grad_check_sparse(f, W, grad)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Inline Question 1:\n",
    "这是有可能的，在一段时间的一个尺寸在gradcheck将不完全匹配。这种差异是由什么引起的呢?这是担忧的理由吗?在一维中，梯度检查可能失败的简单例子是什么? *提示:SVM损失函数严格来说不是可微的*\n",
    "\n",
    "**Your Answer:** *fill this in.*\n",
    "\n",
    "- 在某些点上SVM的损失函数是不可微的，如在零点上的ReLU是不可微的。\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Naive loss: 8.619065e+00 computed in 0.152592s\n",
      "Vectorized loss: 8.619065e+00 computed in 0.002996s\n",
      "difference: 0.000000\n"
     ]
    }
   ],
   "source": [
    "# Next implement the function svm_loss_vectorized; for now only compute the loss;\n",
    "# we will implement the gradient in a moment.\n",
    "tic = time.time()\n",
    "loss_naive, grad_naive = svm_loss_naive(W, X_dev, y_dev, 0.00001)\n",
    "toc = time.time()\n",
    "print ('Naive loss: %e computed in %fs' % (loss_naive, toc - tic))\n",
    "\n",
    "from cs231n.classifiers.linear_svm import svm_loss_vectorized\n",
    "tic = time.time()\n",
    "loss_vectorized, _ = svm_loss_vectorized(W, X_dev, y_dev, 0.00001)\n",
    "toc = time.time()\n",
    "print ('Vectorized loss: %e computed in %fs' % (loss_vectorized, toc - tic))\n",
    "\n",
    "# The losses should match but your vectorized implementation should be much faster.\n",
    "print ('difference: %f' % (loss_naive - loss_vectorized))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Naive loss and gradient: computed in 0.124667s\n",
      "Vectorized loss and gradient: computed in 0.004989s\n",
      "difference: 0.000000\n"
     ]
    }
   ],
   "source": [
    "# Complete the implementation of svm_loss_vectorized, and compute the gradient\n",
    "# of the loss function in a vectorized way.\n",
    "\n",
    "# The naive implementation and the vectorized implementation should match, but\n",
    "# the vectorized version should still be much faster.\n",
    "tic = time.time()\n",
    "_, grad_naive = svm_loss_naive(W, X_dev, y_dev, 0.00001)\n",
    "toc = time.time()\n",
    "print ('Naive loss and gradient: computed in %fs' % (toc - tic))\n",
    "\n",
    "tic = time.time()\n",
    "_, grad_vectorized = svm_loss_vectorized(W, X_dev, y_dev, 0.00001)\n",
    "toc = time.time()\n",
    "print ('Vectorized loss and gradient: computed in %fs' % (toc - tic))\n",
    "\n",
    "# The loss is a single number, so it is easy to compare the values computed\n",
    "# by the two implementations. The gradient on the other hand is a matrix, so\n",
    "# we use the Frobenius norm to compare them.\n",
    "difference = np.linalg.norm(grad_naive - grad_vectorized, ord='fro')\n",
    "print ('difference: %f' % difference)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 随机梯度下降\n",
    "我们现在有了矢量化的有效的损失表达式，梯度和我们的梯度匹配的数值梯度。因此，我们准备做SGD以减少损失。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "iteration 0 / 5000: loss 798.692433\n",
      "iteration 100 / 5000: loss 292.606398\n",
      "iteration 200 / 5000: loss 109.549670\n",
      "iteration 300 / 5000: loss 43.355177\n",
      "iteration 400 / 5000: loss 18.959848\n",
      "iteration 500 / 5000: loss 10.056210\n",
      "iteration 600 / 5000: loss 6.924986\n",
      "iteration 700 / 5000: loss 5.635385\n",
      "iteration 800 / 5000: loss 5.600088\n",
      "iteration 900 / 5000: loss 6.069034\n",
      "iteration 1000 / 5000: loss 5.762943\n",
      "iteration 1100 / 5000: loss 5.241382\n",
      "iteration 1200 / 5000: loss 5.519624\n",
      "iteration 1300 / 5000: loss 5.319294\n",
      "iteration 1400 / 5000: loss 5.432656\n",
      "iteration 1500 / 5000: loss 5.063352\n",
      "iteration 1600 / 5000: loss 5.222987\n",
      "iteration 1700 / 5000: loss 4.926634\n",
      "iteration 1800 / 5000: loss 5.373097\n",
      "iteration 1900 / 5000: loss 5.026955\n",
      "iteration 2000 / 5000: loss 5.861126\n",
      "iteration 2100 / 5000: loss 5.786459\n",
      "iteration 2200 / 5000: loss 5.779969\n",
      "iteration 2300 / 5000: loss 5.911354\n",
      "iteration 2400 / 5000: loss 5.367954\n",
      "iteration 2500 / 5000: loss 5.810034\n",
      "iteration 2600 / 5000: loss 5.487169\n",
      "iteration 2700 / 5000: loss 5.457322\n",
      "iteration 2800 / 5000: loss 5.471095\n",
      "iteration 2900 / 5000: loss 5.162701\n",
      "iteration 3000 / 5000: loss 4.816349\n",
      "iteration 3100 / 5000: loss 5.380619\n",
      "iteration 3200 / 5000: loss 5.013042\n",
      "iteration 3300 / 5000: loss 5.030724\n",
      "iteration 3400 / 5000: loss 5.374556\n",
      "iteration 3500 / 5000: loss 5.640940\n",
      "iteration 3600 / 5000: loss 5.086261\n",
      "iteration 3700 / 5000: loss 5.395441\n",
      "iteration 3800 / 5000: loss 5.491568\n",
      "iteration 3900 / 5000: loss 5.654327\n",
      "iteration 4000 / 5000: loss 4.998273\n",
      "iteration 4100 / 5000: loss 5.718889\n",
      "iteration 4200 / 5000: loss 5.124547\n",
      "iteration 4300 / 5000: loss 4.846377\n",
      "iteration 4400 / 5000: loss 4.852861\n",
      "iteration 4500 / 5000: loss 5.171941\n",
      "iteration 4600 / 5000: loss 6.032820\n",
      "iteration 4700 / 5000: loss 5.709266\n",
      "iteration 4800 / 5000: loss 5.030117\n",
      "iteration 4900 / 5000: loss 5.699092\n",
      "That took 27.729872s\n"
     ]
    }
   ],
   "source": [
    "# In the file linear_classifier.py, implement SGD in the function\n",
    "# LinearClassifier.train() and then run it with the code below.\n",
    "from cs231n.classifiers import LinearSVM\n",
    "svm = LinearSVM()\n",
    "tic = time.time()\n",
    "loss_hist = svm.train(X_train, y_train, learning_rate=1e-7, reg=5e4,\n",
    "                      num_iters=5000, verbose=True)\n",
    "toc = time.time()\n",
    "print ('That took %fs' % (toc - tic))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# A useful debugging strategy is to plot the loss as a function of\n",
    "# iteration number:\n",
    "plt.plot(loss_hist)\n",
    "plt.xlabel('Iteration number')\n",
    "plt.ylabel('Loss value')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "training accuracy: 0.365143\n",
      "validation accuracy: 0.376000\n"
     ]
    }
   ],
   "source": [
    "# Write the LinearSVM.predict function and evaluate the performance on both the\n",
    "# training and validation set\n",
    "y_train_pred = svm.predict(X_train)\n",
    "print ('training accuracy: %f' % (np.mean(y_train == y_train_pred), ))\n",
    "y_val_pred = svm.predict(X_val)\n",
    "print ('validation accuracy: %f' % (np.mean(y_val == y_val_pred), ))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "iteration 0 / 5000: loss 803.425842\n",
      "iteration 100 / 5000: loss 292.073306\n",
      "iteration 200 / 5000: loss 109.687604\n",
      "iteration 300 / 5000: loss 43.159855\n",
      "iteration 400 / 5000: loss 19.001750\n",
      "iteration 500 / 5000: loss 10.351725\n",
      "iteration 600 / 5000: loss 7.174576\n",
      "iteration 700 / 5000: loss 6.044697\n",
      "iteration 800 / 5000: loss 5.879172\n",
      "iteration 900 / 5000: loss 5.262640\n",
      "iteration 1000 / 5000: loss 5.334857\n",
      "iteration 1100 / 5000: loss 5.338515\n",
      "iteration 1200 / 5000: loss 5.546114\n",
      "iteration 1300 / 5000: loss 5.410655\n",
      "iteration 1400 / 5000: loss 5.565541\n",
      "iteration 1500 / 5000: loss 5.452913\n",
      "iteration 1600 / 5000: loss 5.341955\n",
      "iteration 1700 / 5000: loss 5.476097\n",
      "iteration 1800 / 5000: loss 5.243475\n",
      "iteration 1900 / 5000: loss 5.577067\n",
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      "lr 1.000000e-07 reg 5.000000e+04 train accuracy: 0.369857 val accuracy: 0.381000\n",
      "lr 1.000000e-07 reg 1.000000e+05 train accuracy: 0.357612 val accuracy: 0.377000\n",
      "lr 5.000000e-06 reg 5.000000e+04 train accuracy: 0.169816 val accuracy: 0.183000\n",
      "lr 5.000000e-06 reg 1.000000e+05 train accuracy: 0.192367 val accuracy: 0.194000\n",
      "best validation accuracy achieved during cross-validation: 0.381000\n"
     ]
    }
   ],
   "source": [
    "# Use the validation set to tune hyperparameters (regularization strength and\n",
    "# learning rate). You should experiment with different ranges for the learning\n",
    "# rates and regularization strengths; if you are careful you should be able to\n",
    "# get a classification accuracy of about 0.4 on the validation set.\n",
    "learning_rates = [1e-7, 5e-6]\n",
    "regularization_strengths = [5e4, 1e5]\n",
    "\n",
    "# results is dictionary mapping tuples of the form\n",
    "# (learning_rate, regularization_strength) to tuples of the form\n",
    "# (training_accuracy, validation_accuracy). The accuracy is simply the fraction\n",
    "# of data points that are correctly classified.\n",
    "results = {}\n",
    "best_val = -1   # The highest validation accuracy that we have seen so far.\n",
    "best_svm = None # The LinearSVM object that achieved the highest validation rate.\n",
    "\n",
    "################################################################################\n",
    "# TODO:                                                                        #\n",
    "# Write code that chooses the best hyperparameters by tuning on the validation #\n",
    "# set. For each combination of hyperparameters, train a linear SVM on the      #\n",
    "# training set, compute its accuracy on the training and validation sets, and  #\n",
    "# store these numbers in the results dictionary. In addition, store the best   #\n",
    "# validation accuracy in best_val and the LinearSVM object that achieves this  #\n",
    "# accuracy in best_svm.                                                        #\n",
    "#                                                                              #\n",
    "# Hint: You should use a small value for num_iters as you develop your         #\n",
    "# validation code so that the SVMs don't take much time to train; once you are #\n",
    "# confident that your validation code works, you should rerun the validation   #\n",
    "# code with a larger value for num_iters.                                      #\n",
    "################################################################################\n",
    "for rate in learning_rates:\n",
    "    for reg in regularization_strengths:\n",
    "        svm = LinearSVM()\n",
    "        loss_hist = svm.train(X_train, y_train, learning_rate=rate, reg=reg, num_iters=5000, verbose=True)\n",
    "        y_train_pred = svm.predict(X_train)\n",
    "        acc_tr = np.mean(y_train == y_train_pred)\n",
    "        y_val_pred = svm.predict(X_val)\n",
    "        acc_val = np.mean(y_val == y_val_pred)\n",
    "        \n",
    "        results[(rate, reg)] = (acc_tr, acc_val)\n",
    "        if acc_val > best_val:\n",
    "            best_val = acc_val\n",
    "            best_svm = svm\n",
    "################################################################################\n",
    "#                              END OF YOUR CODE                                #\n",
    "################################################################################\n",
    "    \n",
    "# Print out results.\n",
    "for lr, reg in sorted(results):\n",
    "    train_accuracy, val_accuracy = results[(lr, reg)]\n",
    "    print ('lr %e reg %e train accuracy: %f val accuracy: %f' % (\n",
    "                lr, reg, train_accuracy, val_accuracy))\n",
    "    \n",
    "print ('best validation accuracy achieved during cross-validation: %f' % best_val)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the cross-validation results\n",
    "import math\n",
    "x_scatter = [math.log10(x[0]) for x in results]\n",
    "y_scatter = [math.log10(x[1]) for x in results]\n",
    "\n",
    "# plot training accuracy\n",
    "marker_size = 100\n",
    "colors = [results[x][0] for x in results]\n",
    "plt.subplot(2, 1, 1)\n",
    "plt.scatter(x_scatter, y_scatter, marker_size, c=colors)\n",
    "plt.colorbar()\n",
    "plt.xlabel('log learning rate')\n",
    "plt.ylabel('log regularization strength')\n",
    "plt.title('CIFAR-10 training accuracy')\n",
    "\n",
    "# plot validation accuracy\n",
    "colors = [results[x][1] for x in results] # default size of markers is 20\n",
    "plt.subplot(2, 1, 2)\n",
    "plt.scatter(x_scatter, y_scatter, marker_size, c=colors)\n",
    "plt.colorbar()\n",
    "plt.xlabel('log learning rate')\n",
    "plt.ylabel('log regularization strength')\n",
    "plt.title('CIFAR-10 validation accuracy')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "linear SVM on raw pixels final test set accuracy: 0.369000\n"
     ]
    }
   ],
   "source": [
    "# Evaluate the best svm on test set\n",
    "y_test_pred = best_svm.predict(X_test)\n",
    "test_accuracy = np.mean(y_test == y_test_pred)\n",
    "print ('linear SVM on raw pixels final test set accuracy: %f' % test_accuracy)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the learned weights for each class.\n",
    "# Depending on your choice of learning rate and regularization strength, these may\n",
    "# or may not be nice to look at.\n",
    "w = best_svm.W[:-1,:] # strip out the bias\n",
    "w = w.reshape(32, 32, 3, 10)\n",
    "w_min, w_max = np.min(w), np.max(w)\n",
    "classes = ['plane', 'car', 'bird', 'cat', 'deer', 'dog', 'frog', 'horse', 'ship', 'truck']\n",
    "for i in range(10):\n",
    "  plt.subplot(2, 5, i + 1)\n",
    "    \n",
    "  # Rescale the weights to be between 0 and 255\n",
    "  wimg = 255.0 * (w[:, :, :, i].squeeze() - w_min) / (w_max - w_min)\n",
    "  plt.imshow(wimg.astype('uint8'))\n",
    "  plt.axis('off')\n",
    "  plt.title(classes[i])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Inline question 2:\n",
    "Describe what your visualized SVM weights look like, and offer a brief explanation for why they look they way that they do.\n",
    "\n",
    "**Your answer:** *fill this in*\n",
    "\n",
    "- 看不出什么鬼东西"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "anaconda-cloud": {},
  "kernelspec": {
   "display_name": "Python 3.7.6 64-bit ('base': conda)",
   "language": "python",
   "name": "python37664bitbaseconda92b0ec200685491790e4a861efae1222"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
